2. N Suppose the current interest rate you can earn on a bank account is 2.5%. Your bank plans to raise the interest rate by 0.75% each month until your bank account yields 5.5%. This means the annualized rate you earn for the next month will be 2.5%, then you'11 earn a 3.25% annualized rate over the month after that, etc. At the end of the month your bank account first earns a 5.5% annualized rate, what will be the value of your account if the current balance is $100 ? Assume the interest is compounded continuously. First, display the number of months you used in your compounding. [8 points] Calculate the ending value of your investment in two ways: - Using a for loop - Using vectorized operations to calculate the result in one line of code - Note: In your code, you can only use the 2.5,5.5 and 0.75 values for the interest rates (i.e., don't hardcode the vector [2.53.254.04.755.5] ) 2. N Suppose the current interest rate you can earn on a bank account is 2.5%. Your bank plans to raise the interest rate by 0.75% each month until your bank account yields 5.5%. This means the annualized rate you earn for the next month will be 2.5%, then you'11 earn a 3.25% annualized rate over the month after that, etc. At the end of the month your bank account first earns a 5.5% annualized rate, what will be the value of your account if the current balance is $100 ? Assume the interest is compounded continuously. First, display the number of months you used in your compounding. [8 points] Calculate the ending value of your investment in two ways: - Using a for loop - Using vectorized operations to calculate the result in one line of code - Note: In your code, you can only use the 2.5,5.5 and 0.75 values for the interest rates (i.e., don't hardcode the vector [2.53.254.04.755.5] )